Popular in Course
Popular in Physics 2
This 11 page Class Notes was uploaded by Malvina Orn on Monday September 7, 2015. The Class Notes belongs to PHY 392T at University of Texas at Austin taught by Staff in Fall. Since its upload, it has received 35 views. For similar materials see /class/181831/phy-392t-university-of-texas-at-austin in Physics 2 at University of Texas at Austin.
Reviews for SOLID
Report this Material
What is Karma?
Karma is the currency of StudySoup.
You can buy or earn more Karma at anytime and redeem it for class notes, study guides, flashcards, and more!
Date Created: 09/07/15
PHY 392T PRE 3E1JTA39FIQJ xj merwm COJWRQL OUTLINE OF TALK Introduction to classical control Theory of quantum or coherent control Applications of quantum control gt chemical reaction rates gt carrier dynamics in NANOSTRUCTURES a if mu JFEf YaZIU lnput Dynamical Output Signal System Signal i 141 139 EEK El mug a i 13 mt My 1 m ns juftj CONTROL 313T EMS EJ39MJGJJ39J EEPJMG gt Par39forr mame staiojmvty VP V m Cantn sr F ant upvan Joop I W V quot C W m 39 ml 4 Closed 009 feedback 11f Ff ryrld7 D J Laa r39nl39ng FEEDBACK CONTROL OF OPEN QUANTUM SYSTEMS Measurements gt the good required for feedback gt the ugly projective measurement gt the not so bad weak measurement Backaction noise CLASSJCAL y QUANT UM J stat epeoe Hilbert space J stat v39eo tor 2 Density operator J Jyetern matrix J LiOLJvijljigm 39riarniltonian evolution 1 itHug it J Forcing 39te rrniBuitj interaction 39rlamiltonian wuiii rtm Control irn Jol ern ente39ti on li39jlll Enl l ijl it iiiailitiillfh it O 7 ibeervertion prooeee J Conditional evolution C ONTJ N U Q U 8 QB SERVATJ ON 39vv39 quot39 3953939 oon EroJ marge i1r39z J Siornf Jerlaon quottypo oosorva tlon diaast rous a V A A r M r a If quotI I39lil J 1 w n Johanna uvgurmWm sV5 g 1 J Deslred observauo a random 4 rnoaourer nont noise 1n EOJVJ WEAK ME I F ngJ7JEU T Meter I Fquot Reservoir Made y z V r r I L 1quot Guanium System Z 30 Meter i1 y Meter i A z Iquot I x Quantum Systh I CA A J 7 7 9 Cd Em H I l Meter i2 Meter 1 y Mther i A Entanglarnent 2 If 39I r n a c x I 3 Ir Quanlum System WEAK ME SUREJVJENT S HJEJ VJE J JrJI39tterJ Clesztty operator of oomfotrJeCJ systerr t t 39 95 139 int J m Hera it It 4 M eat so rem errt operator 113 ay Mitt J CorrJCJtttorJeCJ system density operator froth 7315quot it Ef ttj lita riiun39quot39i f 1 J UJarrtLJrrrJ trad eo torY C ON DJTJ QNAL EV OiL UT J ON J Interaction Jl JEJNJH39IEQTJ QTJ HERvquotmsr39s2rquotijl J Expectation of measured p39no39tQCLJ rremt output wit quot39 f 3z jjz J ConditiomaJ evolution 4 ComCJltiomaJ innovation genia llce39t2xquotr jv jCerH V jig j mgrgme t Elliquot31 Erm fj0 PHI1722d detection Helge
Are you sure you want to buy this material for
You're already Subscribed!
Looks like you've already subscribed to StudySoup, you won't need to purchase another subscription to get this material. To access this material simply click 'View Full Document'